Gram-Schmidt orthogonalization process

Gram-Schmidt orthogonalization process

[¦gram ′shmit ‚ȯr¦thäg·ən·əl·ə′zā·shən ‚präs·əs]
(mathematics)
A process by which an orthogonal set of vectors is obtained from a linearly independent set of vectors in an inner product space.
References in periodicals archive ?
Gram-Schmidt orthogonalization process converts linearly independent vectors into orthogonal vectors [24].